Since math acceleration seems to pop up in many threads from time to time, along with complaints that it is off-topic, how about a dedicated thread on the subject where posters can discuss the subject, describe experiences, comment on the value of various levels of math acceleration, etc.?
Shorthand for math track or level of acceleration:
- -1 = completes algebra 2 but not precalculus in high school, sometimes due to choosing statistics or no math at all after completing algebra 2
- +0 = precalculus in 12th grade, the standard level in the US; student is theoretically ready for calculus when starting college
- +1 = calculus in 12th grade (or precalculus in 11th grade if calculus is not available in the school); student may have advanced placement in college math
- +2 = calculus in 11th grade (or precalculus in 10th grade if calculus is not available in the school); student may have advanced placement in college math; student is more likely to run out of math in high school
- etc. for greater levels of acceleration
When acceleration decisions are made (not necessarily mutually exclusive):
- Middle school (or occasionally earlier) acceleration decision, where the student is placed in algebra 1 earlier than 9th grade. This is the most common decision point for math acceleration. In some school systems that are heavy with high-education-parent families, there may be a majority of students tracked into the +1 or higher track in middle school.
- Double up acceleration, where the student takes algebra 1 and geometry, or geometry and algebra 2, concurrently. This is not generally possible if the school system uses integrated math instead of algebra 1, geometry, and algebra 2, or otherwise does not allow it. This is usually a parent / student decision, rather than one recommended by the school system.
- Algebra 2 acceleration decision, where stronger-in-math students are offered an algebra 2 / trigonometry / precalculus accelerated course. Students who do well in that course can take calculus the following year; others take a traditional precalculus course. This appears to be a less common offering in school systems, although some larger school systems use it.
Any comments or experiences on the subject?